Problem: GOHAN
My Solution: Solution
My approach: is that I solved it
R = R
Rc = 1/SxC
Rl = SxL
Vin = (R+Rl+Rc)xCurrent
Vout = Rc X Current
Therefore:
itf = Vin/Vout = (R+Rl+Rc)/Rc
on simplifying
itf = s^2(LxC) + s(RxC) + 1
there itf is a parabolic equation, and we know it to be unique at
d(itf)/d(s) = s(2xLxC) + RxC = 0
s = -R/(2xL)
Thus we can find value of itf